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Note: Although the ultimate representation of a printed or displayed page is logically a complete array of pixels, its actual representation in computer memory need not consist of one memory cell per pixel Some implementations use other representations, such as display lists The Adobe imaging model has been carefully designed not to depend on any particular representation of raster memory For each graphical element that is to appear on the page, the scan converter sets the values of the corresponding pixels When the interpretation of the page description is complete, the pixel values in memory represent the appearance of the page At this point, a raster output process can render this representation (make it visible) on a printed page or display screen Scan-converting a graphical shape, such as a rectangle or circle, entails determining which device pixels lie inside the shape and setting their values appropriately (for example, to black) Because the edges of a shape do not always fall precisely on the boundaries between pixels, some policy is required for deciding how to set the pixels along the edges Scan-converting a glyph representing a text character is conceptually the same as scan-converting an arbitrary graphical shape; however, character glyphs are much more sensitive to legibility requirements and must meet more rigid objective and subjective measures of quality Rendering grayscale elements on a bilevel device is accomplished by a technique known as halftoning The array of pixels is divided into small clusters according to some pattern (called the halftone screen) Within each cluster, some pixels are set to black and some to white in proportion to the level of gray desired at that location on the page When viewed from a suf cient distance, the individual dots become imperceptible and the perceived result is a shade of gray This enables a bilevel raster output device to reproduce shades of gray and to approximate natural images such as photographs Some color devices use a similar technique.

At first, our animal is: ferret After setting the property, the animal is: octopus In the include, the animal is: octopus

This method returns a string that contains the values of this tuple The form is (x, y, z, w)

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Two surfaces can be described that are linear interpolations between the boundary curves Along the u axis, the surface SC is de ned by S C (u, v ) = ( 1 v ) C 1 (u) + v C 2 (u) Along the v axis, the surface SD is given by S D (u, v ) = ( 1 u ) D 1 (v) + u D 2 (v) A third surface is the bilinear interpolation of the four corners: S B (u, v ) = ( 1 v ) [ ( 1 u ) C 1 (0) + u C 1 (1) ] + v [ ( 1 u ) C 2 (0) + u C 2 (1) ] The coordinate mapping for the shading is given by the surface S, de ned as S = SC + SD SB This de nes the geometry of each patch A patch mesh is constructed from a sequence of one or more such colored patches Patches can sometimes appear to fold over on themselves for example, if a boundary curve intersects itself As the value of parameter u or v increases in parameter space, the location of the corresponding pixels in device space may

public boolean equals(Tuple4d v1)

change direction, so that new pixels are mapped onto previous pixels already mapped If more than one point (u, v) in parameter space is mapped to the same point in device space, the point selected will be the one with the largest value of v; if multiple points have the same v, the one with the largest value of u will be selected If one patch overlaps another, the patch that appears later in the data stream paints over the earlier one Note also that the patch is a control surface, rather than a painting geometry The outline of a projected square (that is, the painted area) might not be the same as the patch boundary if, for example, the patch folds over on itself, as shown in Figure 421

The request scope is useful when multiple components of a page are scattered among several files that include one another, and all need access to the same data As this is the most common situation, the request scope is the default In all the previous examples, in which no scope was specified, we were in fact using the request scope without knowing it

This method returns true if all of the data members of tuple v1 are equal to the corresponding data members in this tuple

Table 431 shows the shading dictionary entries speci c to this type of shading, in addition to those common to all shading dictionaries (Table 425 on page 234) and stream dictionaries (Table 34 on page 38)

public boolean epsilonEquals(Tuple4d t1, double epsilon)

This method returns true if the L distance between this Tuple4d and Tuple4d t1 is less than or equal to the epsilon parameter Otherwise, this method returns false The L distance is equal to

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